Interference array meter-wave radar under non-Gaussian noise, steady height measurement method and application
A non-Gaussian noise, meter-wave radar technology, applied in radio wave measurement systems, measurement devices, and re-radiation, etc., can solve the problem of limiting the measurement accuracy and resolution of meter-wave radar, and reducing the low-angle height measurement of meter-wave radar. Robustness, reducing the degree of freedom of altimetry, etc., to achieve the effect of expanding the pitch array aperture, achieving reliable resolution and altimetry, and increasing the degree of freedom of the baseline
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Embodiment 1
[0161] A simulation experiment is carried out on the interference array and the height measuring method described in the specific implementation manner.
[0162] Among them, set Nz=8, Ny=10, N=20, h=30m, H=3000m, R=100km, ρ 0=-0.97, d=0.5λ, λ=1.2m, θ T , θ s ]=[1.703°, -1.74°], 100 Monte Carlo experiments are done for each data point, SNR is defined as the signal-to-noise ratio of the array element, and the commonly used ε mixed noise model (CGM) is selected to simulate the scattering component of the non-Gaussian distribution and White noise, as described in Ref., has a probability density function of
[0163] f=(1-ε)N c (0,σ 2 I 2NzNy )+εN c (0, (kσ) 2 I 2NzNy ), where N c (0,σ 2 I 2NzNy ) represents the zero-mean normal distribution probability density distribution function (PDF), ε∈(0, 1) is the binomial distribution probability, and the power of ε mixed noise is P n =(1-ε)σ 2 +εk 2 +σ 2 , k=30.
[0164] On the basis of the above, experiment 1-experiment 7 ...
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